Nothing
predPL <- function (beta, mat.model)
{
y <- mat.model$cl
x <- mat.model[,-1, drop = FALSE]
n.trees <- ncol(mat.model) - 1
cens <- y[ , colnames(y) == "status"]
y <- y[ , colnames(y) == "time"]
sort.y <- y[order(y)]
sort.cens <- cens[order(y)]
sort.x <- x[order(y), , drop = FALSE]
t <- sort.y[sort.cens == 1]
xt <- sort.x[sort.cens==1, , drop = FALSE]
vecTd <- t[!duplicated(t)]
vec.d <- numeric(length(vecTd))
mat.s <- matrix(numeric(length(vecTd)*n.trees), nrow = length(vecTd))
for (i in 1:length(vecTd)){
tmp.id <- which(t==vecTd[i])
vec.d[i] <- length(tmp.id)
mat.s[i,] <- colSums(xt[tmp.id, , drop = FALSE])
}
vec.ll1 <- mat.s%*%beta
n.death <- length(vecTd)
beta.x <- as.matrix(sort.x) %*% beta
vec.ll2 <- numeric(n.death)
for (i in 1:n.death){
vec.ll2[i] <- sum(exp(beta.x[sort.y >= vecTd[i]]))^(vec.d[i])
}
sum(vec.ll1) - sum(log(vec.ll2))
}
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